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Influence of heart motion on EIT-based stroke volume
estimation
Proença M, Braun F, Rapin M, Solà J, Adler A, Grychtol B,
Bührer M, Krammer P, Bohm SH, Lemay M, Thiran JP; 15th
International Conference on Biomedical Applications of
Electrical Impedance Tomography, Gananoque, Ontario,
Canada, April 24-26, 2014
25 APRIL 2014, 13:30 – 14:45 77
Influence of heart motion on EIT-based stroke volume estimation
Martin Proença1, Fabian Braun
1,5, Michael Rapin
1, Josep Solà
1, Andy Adler
2, Bartłomiej Grychtol
3,
Martin Bührer4, Peter Krammer
5, Stephan H. Bohm
5, Mathieu Lemay
1, Jean-Philippe Thiran
6,7
1Systems Division, Swiss Center for Electronics and Microtechnology (CSEM), Neuchâtel, Switzerland, [email protected] 2Systems and Computer Engineering, Carleton University, Ottawa, Canada
3Division of Medical Physics in Radiology, German Cancer Research Center (DKFZ), Heidelberg, Germany 4Institute for Biomedical Engineering, University and ETH Zurich, Zurich, Switzerland
5Swisstom AG, Landquart, Switzerland 6Signal Processing Laboratory (LTS5), Swiss Federal Institute of Technology (EPFL), Lausanne, Switzerland
7Department of Radiology, University Hospital Center (CHUV) and University of Lausanne (UNIL), Lausanne, Switzerland
Abstract: Cardiac electrical impedance tomography (EIT)
signals are affected by myocardial motion. The feasibility
of stroke volume estimation using such signals is thus
questionable. Results based on a dynamic model show that
myocardial motion indeed affects but does not
compromise stroke volume estimation.
1 Introduction
In EIT, cardio-synchronous impedance changes in the
heart region are assumed to reflect variations of blood
volume originating mainly from the ventricles [1]. EIT
appears therefore as an interesting continuous and non-
invasive modality for monitoring total ventricular volume
(TVV), and thus estimating total stroke volume (TSV),
defined as the maximal change in TVV over a full cardiac
cycle. However, there is increasing evidence that other
factors – unrelated to blood volume changes – are
contributing to these variations of cardiac-related
impedance [2]. In that context, simulations we performed
on a finite element 2D extruded dynamic bio-impedance
model showed that EIT signals in the heart region might
be dominated by myocardial motion-induced changes [3].
These findings raised the question whether heart
signals – affected by myocardial motion – remain valid for
estimating changes in TVV and thus TSV. The hypothesis
that the total impedance change in the heart area remains a
true indicator for TVV and TSV is thus investigated here.
2 Methods
To test this hypothesis, we exploited the above 2D
dynamic bio-impedance model – created from segmented
magnetic resonance (MR) data imaged in the heart
horizontal long axis plane – and considered three
scenarios: In Scenario A, we reproduced cardiac blood
volume-related impedance changes by simulating the
filling and emptying of the cardiac cavities. In Scenario B,
myocardial motion-induced changes were reproduced by
simulating the dynamics of the heart muscle. Finally,
Scenario C is the real-case scenario and simulates both
blood volume-related and motion-induced changes [3].
These simulations were performed on our finite
element model over a full cardiac cycle (corresponding to
20 simulated EIT frames) using the open source EIDORS
toolbox, with image reconstruction carried out by the
GREIT approach [4]. For each scenario, the impedance
change ∆ – with respect to end-diastole in the heart area
– was computed for all frames, thus providing an EIT-
based indicator for TVV, according to our hypothesis.
Hereafter referred to as TVVEIT, it was expected to
perform best with Scenario A (no heart motion) and worse
with Scenario B (heart motion only).
The reference TVVREF was obtained by summing the
volumes VLV and VRV of the left and right ventricles. VLV
and VRV were computed via the area-length method [5] –
with the areas (ΣLV and ΣRV) and lengths (LLV and LRV)
coming from the MR data used to create our model:
TVVREF cLV ∙ ΣLV/LLV cRV ∙ ΣRV/LRV ml , (1)
where cLV 8/ [5] and cRV / [6]. LRV was
measured in the vertical long axis plane [6]. The total end-
diastolic volume TEDVREF and the total stroke volume
TSVREF inferred from TVVREF (see Figure 1) were used to
compute TVVEIT by translating ∆ – normalized by its
maximal (systolic) value – into millilitres:
TVVEIT TEDVREF TSVREF ∙ ∆ NORM (ml). (2)
3 Results
The estimation error (mean±SD) between TVVREF and
TVVEIT was of 1.9±13.3, –14.1±19.5 and –10.1±15.7 ml
for Scenario A, B and C, respectively.
Figure 1: Total ventricular volume estimation using simulated
EIT cardiac signals originating from blood volume-related impe-
dance changes (A), motion-induced changes (B), or both (C).
4 Conclusions
In agreement with our expectations, simulations showed
that myocardial motion increased the error on TVVEIT and
thus EIT-based TSV estimation, without however
compromising the approach. When both blood volume
changes and myocardial motion are in action (Scenario C,
real-case scenario) an EIT-based TVV estimation error of
–10.1±15.7 ml was obtained, which is sufficiently low to
be clinically useful in normal subjects [5].
References
[1] Eyüboglu B, et al. IEEE EMBM 8:39-45, 1989
[2] Hellige G, Hahn G. Critical Care 15:430, 2011
[3] Proença M, et al. In BIOSIGNALS. 2014 (in press)
[4] Adler A, et al. Phys Meas 30:S35, 2009
[5] Underwood SR, et al. Br Heart J 60:188-195, 1988
[6] Levine RA, et al. Circulation 69:497-505, 1984
0 2 4 6 8 10 12 14 16 180
50
100
150
200
250
TSVREF
TEDVREF
Frame number (time step = 43 ms)
To
tal
Ven
tric
ula
r V
olu
me (
ml)
TVVREF
TVVEIT
(A)
TVVEIT
(B)
TVVEIT
(C)
S W I S S T O M S C I E N T I F I C L I B R A RY
Co
nte
nt:
Dr.
Ste
ph
an
Bö
hm
; C
on
cep
t &
Desi
gn
: Zw
eiz
eit
Bra
nd
Deve
lop
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t
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